Dyson Sphere
Blueprints
蓝图
添加工厂
添加戴森球
添加机甲
收藏集
帮助
支持我们
🇨🇳
🇺🇸
English
🇨🇳
简体中文
登录
我们使用 Cookie
我们使用 Cookie 来改善您的体验并分析流量。点击「全部接受」,即表示您同意我们使用 Cookie。 阅读我们的
隐私政策
和
Cookie 政策
了解更多信息。
全部拒绝
全部接受
Electromagnetic Turbine Module, 25x100 grid, 60/sec, Tileable, Arctic Band, Interstellar Logistic Station, Nilaus
复制到剪贴板
Conforms to the Nilaus tiling. Has positioning dot to assist in placement. Report issues to trebor@animeigo.com
预览功能暂时不可用。
动画
蓝图
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
复制到剪贴板
作者:
MadOverlord
收藏集:
Public
游戏版本:
2.2.0
复制次数:
0.0 次
创建时间:
接近 5 年 前
1
耗电量
发电量
此蓝图需要
1
80
80
240
873
标签